5

Graph the numbers on a number line. Label each.$$5 rac{2}{3}, 1,-3,-4 rac{5}{6}, 2 rac{1}{4}$$...

Question

Graph the numbers on a number line. Label each.$$5 rac{2}{3}, 1,-3,-4 rac{5}{6}, 2 rac{1}{4}$$

Graph the numbers on a number line. Label each. $$5 \frac{2}{3}, 1,-3,-4 \frac{5}{6}, 2 \frac{1}{4}$$



Answers

Graph the numbers on a number line. Label each. $$5 \frac{2}{3}, 1,-3,-4 \frac{5}{6}, 2 \frac{1}{4}$$

We're asked to graft the number negative four and 2/3 on a number line and a number line is just a line on which numbers are marked on intervals sweetened. Start out. By making our intervals, we can start off by plotting our zero here, putting a one there and then going backwards into the negative numbers. So negative one negative. Too negative. Three negative for negative five and negative six. And we now just have to graft the number negative four and 2/3 on this number line. So negative four and 2/3 is the point is a point between negative for a negative five and is 2/3 closer to negative five. Then it is negative for So the point will be somewhere here. So this is the point. Negative four and 2/3 graft on a number line.

But minus 1/2 and minus 2/3 on a number line. Select. Say, this is zero. This is one sort of plot. One over toe. I would divide interval between zero and went into two equal parts. And then this midpoint it's exactly one over. Now we want to graph minus 2/3 and minus one over. Do so. First of all, observed that bought off them lie between minus one and zero minus 1/2 also lies between zero and minus one and also know that minus 1/2 is a cool dude minus 3/6 and minus 2/3. Sick or do minus 4/6. So if I want to block minus 1/2 M minus 2/3, I would divide the interval between zero negative one into six equal parts and then minus 3/6 is three units to the left of zero. So this is minus 3/6. What? The midpoint off the interval. As you can see, it is the midpoint and minus 4/6 would be just one unit next to minus three or six. This is minus four or six

So if this is our number line, let's see this zero. And if this is one deplored and I know what, then we divide the interval between zero and one into 10 equal parts. So 123 for five, 67 89 And this is the 10th word. So the blood and I know what then we go nine units to the right of zero. So 123456789 So this number is want nine or nine or 10? No to draw minus 2.5. Hopes to draw minus two. Over five. We divide the interval between zero negative one in five equal parts because minus 2/5 lies between minus one and zero and we go. So the left off. Zero by two units. So this is minus two over for and now observe their minus 8/3 is minus. Troll minus 2/3 sort of bro. Minus 8/3. What we do is so minus it over three lies between minus one minus three. So we divide the interval between minus two and minus three into three. Equal parts and we go two units to the right off. Negative, too. So this number here is minus two minus 2/3, which is my necessary door.

We have a number line and we want to plot the points. 3/4 negative, 3/4 and one on the number line. The right thing about number lines. You can draw them how you need them. And in this case, I've drawn our number line with quarter increment marks to make it easier to plot the points that are written as quarters. So starting with 3/4 3 4th is 3/4. Its positives. We're going to go 3/4 to the right of zero. So here's 1/4 2 quarters and 3/4. Label the point negative 3/4. It's going to be the same distance from zero, but on the opposite side. So we're gonna go 3/4 to the left of 0 1/4 to quarter 3/4 and label negative 3/4 for your point. And finally, one, we're gonna go one unit to the right of zero, which is the same thing as 4/4 so we could count the 4/4 4 could do one giant jump from 0 to 1, and it's already labeled, but we'll label it over to have the red coordinate. So these are your points. 3/4 negative 3/4 and one on our number line


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